{
 "cells": [
  {
   "cell_type": "markdown",
   "source": [
    "## 模式识别与数据挖掘\n",
    "> Author：xqh\n",
    "> Date: 2022-9-7"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "### 可视化"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "#### Demo1-PLOTLY"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "outputs": [
    {
     "data": {
      "text/html": "        <script type=\"text/javascript\">\n        window.PlotlyConfig = {MathJaxConfig: 'local'};\n        if (window.MathJax && window.MathJax.Hub && window.MathJax.Hub.Config) {window.MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}\n        if (typeof require !== 'undefined') {\n        require.undef(\"plotly\");\n        requirejs.config({\n            paths: {\n                'plotly': ['https://cdn.plot.ly/plotly-2.14.0.min']\n            }\n        });\n        require(['plotly'], function(Plotly) {\n            window._Plotly = Plotly;\n        });\n        }\n        </script>\n        "
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 1、基于plotly\n",
    "import plotly as py\n",
    "import plotly.express as px\n",
    "import plotly.graph_objects as go\n",
    "py.offline.init_notebook_mode(connected = True)\n",
    "from plotly.subplots import make_subplots  # 多子图"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
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  {
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    }
   ],
   "source": [
    "#简单柱状图\n",
    "# 柱状图\n",
    "data_canada = px.data.gapminder().query(\"country == 'Canada'\")\n",
    "fig = px.bar(\n",
    "    data_canada, # 数据集\n",
    "    x='year', # x轴\n",
    "    y='pop', # y轴\n",
    ")\n",
    "fig.update_traces(textposition=\"outside\")\n",
    "fig.update_layout(xaxis_tickangle=45)   # 倾斜角度设置\n",
    "fig.show()\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "outputs": [
    {
     "data": {
      "text/plain": "        nation   medal  count\n0  South Korea    gold     24\n1        China    gold     10\n2       Canada    gold      9\n3  South Korea  silver     13\n4        China  silver     15",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>nation</th>\n      <th>medal</th>\n      <th>count</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>South Korea</td>\n      <td>gold</td>\n      <td>24</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>China</td>\n      <td>gold</td>\n      <td>10</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>Canada</td>\n      <td>gold</td>\n      <td>9</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>South Korea</td>\n      <td>silver</td>\n      <td>13</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>China</td>\n      <td>silver</td>\n      <td>15</td>\n    </tr>\n  </tbody>\n</table>\n</div>"
     },
     "execution_count": 46,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import plotly.express as px\n",
    "long_df = px.data.medals_long()\n",
    "long_df.head()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
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   "outputs": [
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   ],
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    "fig = px.bar(\n",
    "    long_df,\n",
    "    x=\"nation\",\n",
    "    y=\"count\",\n",
    "    color=\"medal\",\n",
    "    title=\"簇状柱状图 Long-Form Input\",\n",
    "    barmode='group', # barmode 设置为 group则为簇状柱形图，可选 stack(叠加)、group(并列)、overlay(覆盖)、relative(相对)\n",
    ")\n",
    "fig.show()\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "outputs": [
    {
     "data": {
      "text/plain": "          country continent  year  lifeExp       pop   gdpPercap iso_alpha  \\\n0     Afghanistan      Asia  1952   28.801   8425333  779.445314       AFG   \n1     Afghanistan      Asia  1957   30.332   9240934  820.853030       AFG   \n2     Afghanistan      Asia  1962   31.997  10267083  853.100710       AFG   \n3     Afghanistan      Asia  1967   34.020  11537966  836.197138       AFG   \n4     Afghanistan      Asia  1972   36.088  13079460  739.981106       AFG   \n...           ...       ...   ...      ...       ...         ...       ...   \n1699     Zimbabwe    Africa  1987   62.351   9216418  706.157306       ZWE   \n1700     Zimbabwe    Africa  1992   60.377  10704340  693.420786       ZWE   \n1701     Zimbabwe    Africa  1997   46.809  11404948  792.449960       ZWE   \n1702     Zimbabwe    Africa  2002   39.989  11926563  672.038623       ZWE   \n1703     Zimbabwe    Africa  2007   43.487  12311143  469.709298       ZWE   \n\n      iso_num  \n0           4  \n1           4  \n2           4  \n3           4  \n4           4  \n...       ...  \n1699      716  \n1700      716  \n1701      716  \n1702      716  \n1703      716  \n\n[1704 rows x 8 columns]",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>country</th>\n      <th>continent</th>\n      <th>year</th>\n      <th>lifeExp</th>\n      <th>pop</th>\n      <th>gdpPercap</th>\n      <th>iso_alpha</th>\n      <th>iso_num</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>Afghanistan</td>\n      <td>Asia</td>\n      <td>1952</td>\n      <td>28.801</td>\n      <td>8425333</td>\n      <td>779.445314</td>\n      <td>AFG</td>\n      <td>4</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>Afghanistan</td>\n      <td>Asia</td>\n      <td>1957</td>\n      <td>30.332</td>\n      <td>9240934</td>\n      <td>820.853030</td>\n      <td>AFG</td>\n      <td>4</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>Afghanistan</td>\n      <td>Asia</td>\n      <td>1962</td>\n      <td>31.997</td>\n      <td>10267083</td>\n      <td>853.100710</td>\n      <td>AFG</td>\n      <td>4</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>Afghanistan</td>\n      <td>Asia</td>\n      <td>1967</td>\n      <td>34.020</td>\n      <td>11537966</td>\n      <td>836.197138</td>\n      <td>AFG</td>\n      <td>4</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>Afghanistan</td>\n      <td>Asia</td>\n      <td>1972</td>\n      <td>36.088</td>\n      <td>13079460</td>\n      <td>739.981106</td>\n      <td>AFG</td>\n      <td>4</td>\n    </tr>\n    <tr>\n      <th>...</th>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n    </tr>\n    <tr>\n      <th>1699</th>\n      <td>Zimbabwe</td>\n      <td>Africa</td>\n      <td>1987</td>\n      <td>62.351</td>\n      <td>9216418</td>\n      <td>706.157306</td>\n      <td>ZWE</td>\n      <td>716</td>\n    </tr>\n    <tr>\n      <th>1700</th>\n      <td>Zimbabwe</td>\n      <td>Africa</td>\n      <td>1992</td>\n      <td>60.377</td>\n      <td>10704340</td>\n      <td>693.420786</td>\n      <td>ZWE</td>\n      <td>716</td>\n    </tr>\n    <tr>\n      <th>1701</th>\n      <td>Zimbabwe</td>\n      <td>Africa</td>\n      <td>1997</td>\n      <td>46.809</td>\n      <td>11404948</td>\n      <td>792.449960</td>\n      <td>ZWE</td>\n      <td>716</td>\n    </tr>\n    <tr>\n      <th>1702</th>\n      <td>Zimbabwe</td>\n      <td>Africa</td>\n      <td>2002</td>\n      <td>39.989</td>\n      <td>11926563</td>\n      <td>672.038623</td>\n      <td>ZWE</td>\n      <td>716</td>\n    </tr>\n    <tr>\n      <th>1703</th>\n      <td>Zimbabwe</td>\n      <td>Africa</td>\n      <td>2007</td>\n      <td>43.487</td>\n      <td>12311143</td>\n      <td>469.709298</td>\n      <td>ZWE</td>\n      <td>716</td>\n    </tr>\n  </tbody>\n</table>\n<p>1704 rows × 8 columns</p>\n</div>"
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 在plotly绘图中，条形图与柱状图唯一的区别：在 Bar 函数中设置orientation='h'，其余参数与柱状图相同\n",
    "import plotly.express as px\n",
    "data = px.data.gapminder()\n",
    "data"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 49,
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   ],
   "source": [
    "data_canada = data[data.country == 'Canada']\n",
    "fig = px.bar(data_canada, y='year', x='pop',\n",
    "             hover_data=['lifeExp', 'gdpPercap'], #鼠标悬浮显示\n",
    "             color='lifeExp', # 指定柱状图颜色根据 lifeExp字段数值大小自动着色\n",
    "             labels={'pop':'population of Canada'}, #y轴名称\n",
    "             height=600, # 图表高度\n",
    "             width=800, # 图表宽度\n",
    "             orientation='h' # 条形图设置参数\n",
    "            )\n",
    "fig.show()\n"
   ],
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    "pycharm": {
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  {
   "cell_type": "code",
   "execution_count": 50,
   "outputs": [
    {
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      "text/plain": "                  country continent  year  lifeExp        pop     gdpPercap  \\\n59              Argentina  Americas  2007   75.320   40301927  12779.379640   \n143               Bolivia  Americas  2007   65.554    9119152   3822.137084   \n179                Brazil  Americas  2007   72.390  190010647   9065.800825   \n251                Canada  Americas  2007   80.653   33390141  36319.235010   \n287                 Chile  Americas  2007   78.553   16284741  13171.638850   \n311              Colombia  Americas  2007   72.889   44227550   7006.580419   \n359            Costa Rica  Americas  2007   78.782    4133884   9645.061420   \n395                  Cuba  Americas  2007   78.273   11416987   8948.102923   \n443    Dominican Republic  Americas  2007   72.235    9319622   6025.374752   \n455               Ecuador  Americas  2007   74.994   13755680   6873.262326   \n479           El Salvador  Americas  2007   71.878    6939688   5728.353514   \n611             Guatemala  Americas  2007   70.259   12572928   5186.050003   \n647                 Haiti  Americas  2007   60.916    8502814   1201.637154   \n659              Honduras  Americas  2007   70.198    7483763   3548.330846   \n791               Jamaica  Americas  2007   72.567    2780132   7320.880262   \n995                Mexico  Americas  2007   76.195  108700891  11977.574960   \n1115            Nicaragua  Americas  2007   72.899    5675356   2749.320965   \n1187               Panama  Americas  2007   75.537    3242173   9809.185636   \n1199             Paraguay  Americas  2007   71.752    6667147   4172.838464   \n1211                 Peru  Americas  2007   71.421   28674757   7408.905561   \n1259          Puerto Rico  Americas  2007   78.746    3942491  19328.709010   \n1559  Trinidad and Tobago  Americas  2007   69.819    1056608  18008.509240   \n1619        United States  Americas  2007   78.242  301139947  42951.653090   \n1631              Uruguay  Americas  2007   76.384    3447496  10611.462990   \n1643            Venezuela  Americas  2007   73.747   26084662  11415.805690   \n\n     iso_alpha  iso_num  \n59         ARG       32  \n143        BOL       68  \n179        BRA       76  \n251        CAN      124  \n287        CHL      152  \n311        COL      170  \n359        CRI      188  \n395        CUB      192  \n443        DOM      214  \n455        ECU      218  \n479        SLV      222  \n611        GTM      320  \n647        HTI      332  \n659        HND      340  \n791        JAM      388  \n995        MEX      484  \n1115       NIC      558  \n1187       PAN      591  \n1199       PRY      600  \n1211       PER      604  \n1259       PRI      630  \n1559       TTO      780  \n1619       USA      840  \n1631       URY      858  \n1643       VEN      862  ",
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<th>359</th>\n      <td>Costa Rica</td>\n      <td>Americas</td>\n      <td>2007</td>\n      <td>78.782</td>\n      <td>4133884</td>\n      <td>9645.061420</td>\n      <td>CRI</td>\n      <td>188</td>\n    </tr>\n    <tr>\n      <th>395</th>\n      <td>Cuba</td>\n      <td>Americas</td>\n      <td>2007</td>\n      <td>78.273</td>\n      <td>11416987</td>\n      <td>8948.102923</td>\n      <td>CUB</td>\n      <td>192</td>\n    </tr>\n    <tr>\n      <th>443</th>\n      <td>Dominican Republic</td>\n      <td>Americas</td>\n      <td>2007</td>\n      <td>72.235</td>\n      <td>9319622</td>\n      <td>6025.374752</td>\n      <td>DOM</td>\n      <td>214</td>\n    </tr>\n    <tr>\n      <th>455</th>\n      <td>Ecuador</td>\n      <td>Americas</td>\n      <td>2007</td>\n      <td>74.994</td>\n      <td>13755680</td>\n      <td>6873.262326</td>\n      <td>ECU</td>\n      <td>218</td>\n    </tr>\n    <tr>\n      <th>479</th>\n      <td>El Salvador</td>\n      <td>Americas</td>\n      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<td>Peru</td>\n      <td>Americas</td>\n      <td>2007</td>\n      <td>71.421</td>\n      <td>28674757</td>\n      <td>7408.905561</td>\n      <td>PER</td>\n      <td>604</td>\n    </tr>\n    <tr>\n      <th>1259</th>\n      <td>Puerto Rico</td>\n      <td>Americas</td>\n      <td>2007</td>\n      <td>78.746</td>\n      <td>3942491</td>\n      <td>19328.709010</td>\n      <td>PRI</td>\n      <td>630</td>\n    </tr>\n    <tr>\n      <th>1559</th>\n      <td>Trinidad and Tobago</td>\n      <td>Americas</td>\n      <td>2007</td>\n      <td>69.819</td>\n      <td>1056608</td>\n      <td>18008.509240</td>\n      <td>TTO</td>\n      <td>780</td>\n    </tr>\n    <tr>\n      <th>1619</th>\n      <td>United States</td>\n      <td>Americas</td>\n      <td>2007</td>\n      <td>78.242</td>\n      <td>301139947</td>\n      <td>42951.653090</td>\n      <td>USA</td>\n      <td>840</td>\n    </tr>\n    <tr>\n      <th>1631</th>\n      <td>Uruguay</td>\n      <td>Americas</td>\n      <td>2007</td>\n      <td>76.384</td>\n      <td>3447496</td>\n      <td>10611.462990</td>\n      <td>URY</td>\n      <td>858</td>\n    </tr>\n    <tr>\n      <th>1643</th>\n      <td>Venezuela</td>\n      <td>Americas</td>\n      <td>2007</td>\n      <td>73.747</td>\n      <td>26084662</td>\n      <td>11415.805690</td>\n      <td>VEN</td>\n      <td>862</td>\n    </tr>\n  </tbody>\n</table>\n</div>"
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import plotly.express as px\n",
    "df = px.data.gapminder().query(\"year == 2007\").query(\"continent == 'Americas'\")\n",
    "df"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "outputs": [
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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = px.pie(df, values='pop', names='country',\n",
    "             title='Population of American continent',\n",
    "             hover_data=['lifeExp','iso_num'], labels={'lifeExp':'life expectancy','iso_num':'iso num'\n",
    "                                                      })\n",
    "fig.update_traces(textposition='inside', textinfo='percent+label')\n",
    "fig.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "#### Demo2-matplotlib"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "outputs": [],
   "source": [
    "# 2、基于matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.patches as mpatches\n",
    "%matplotlib inline\n",
    "# 中文显示问题\n",
    "plt.rcParams[\"font.sans-serif\"]=[\"SimHei\"] #设置字体\n",
    "plt.rcParams[\"axes.unicode_minus\"]=False #正常显示负号\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "##### 曲线图"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": "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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 576x360 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "x = np.linspace(-3, 3, 50)\n",
    "y1 = 2*x+1\n",
    "y2 = x**2\n",
    "\n",
    "plt.figure()\n",
    "plt.plot(x, y1)\n",
    "\n",
    "plt.figure(num=3, figsize=(8, 5))\n",
    "plt.plot(x, y2)\n",
    "plt.plot(x, y1, color='red', linewidth=1, linestyle='--')\n",
    "\n",
    "plt.xlim((-1, 2))\n",
    "plt.ylim((-2, 3))\n",
    "plt.xlabel('I am x')\n",
    "plt.ylabel('I am y')\n",
    "new_ticks = np.linspace(-1, 2, 5)\n",
    "plt.xticks(new_ticks)\n",
    "plt.yticks([-2, -1.8, -1, 1.22, 3],\n",
    "           [r'$really\\ bad$', r'$bad$', r'$normal\\ \\alpha$', r'$good$', r'$really\\ good$'])\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "##### 设置坐标轴"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "x = np.linspace(-3, 3, 50)\n",
    "y1 = 2*x+1\n",
    "y2 = x**2\n",
    "\n",
    "plt.figure()\n",
    "plt.plot(x, y2)\n",
    "plt.plot(x, y1, color='red', linewidth=1, linestyle='--')\n",
    "\n",
    "plt.xlim((-1, 2))\n",
    "plt.ylim((-2, 3))\n",
    "plt.xlabel('I am x')\n",
    "plt.ylabel('I am y')\n",
    "new_ticks = np.linspace(-1, 2, 5)\n",
    "plt.xticks(new_ticks)\n",
    "plt.yticks([-2, -1.8, -1, 1.22, 3],\n",
    "           [r'$really\\ bad$', r'$bad$', r'$normal\\ \\alpha$', r'$good$', r'$really\\ good$'])\n",
    "\n",
    "ax = plt.gca()\n",
    "ax.spines['right'].set_color('none')\n",
    "ax.spines['top'].set_color('none')\n",
    "ax.xaxis.set_ticks_position('bottom')\n",
    "ax.yaxis.set_ticks_position('left')\n",
    "ax.spines['bottom'].set_position(('data', 0))\n",
    "ax.spines['left'].set_position(('data', 0))\n",
    "\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "##### 散点图"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "n = 1024                         # data size\n",
    "X = np.random.normal(0, 1, n)    # 每一个点的X值\n",
    "Y = np.random.normal(0, 1, n)    # 每一个点的Y值\n",
    "T = np.arctan2(Y, X)             # for color value\n",
    "plt.scatter(X, Y, s=75, c=T, alpha=0.5)\n",
    "\n",
    "plt.xlim(-1.5, 1.5)\n",
    "plt.xticks(())                    # ignore xticks\n",
    "plt.ylim(-1.5, 1.5)\n",
    "plt.yticks(())                    # ignore yticks\n",
    "\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "##### 柱状图"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": "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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "n = 12\n",
    "X = np.arange(n)\n",
    "Y1 = (1 - X / float(n)) * np.random.uniform(0.5, 1.0, n)\n",
    "Y2 = (1 - X / float(n)) * np.random.uniform(0.5, 1.0, n)\n",
    "\n",
    "plt.bar(X, +Y1, facecolor='#9999ff', edgecolor='white')\n",
    "plt.bar(X, -Y2, facecolor='#ff9999', edgecolor='white')\n",
    "\n",
    "for x, y in zip(X, Y1):\n",
    "    # ha: horizontal alignment\n",
    "    # va: vertical alignment\n",
    "    plt.text(x, y + 0.05, '%.2f' % y, ha='center', va='bottom')\n",
    "\n",
    "for x, y in zip(X, Y2):\n",
    "    # ha: horizontal alignment\n",
    "    # va: vertical alignment\n",
    "    plt.text(x, -y - 0.05, '%.2f' % y, ha='center', va='top')\n",
    "\n",
    "plt.xlim(-0.5, n)\n",
    "plt.xticks(())\n",
    "plt.ylim(-1.25, 1.25)\n",
    "plt.yticks(())\n",
    "\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "##### 等高线图"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "def f(x, y):\n",
    "    # the height function\n",
    "    return (1 - x / 2 + x**5 + y**3) * np.exp(-x**2 - y**2)\n",
    "\n",
    "n = 256\n",
    "x = np.linspace(-3, 3, n)\n",
    "y = np.linspace(-3, 3, n)\n",
    "X, Y = np.meshgrid(x, y)\n",
    "\n",
    "# use plt.contourf to filling contours\n",
    "# X, Y and value for (X,Y) point\n",
    "plt.contourf(X, Y, f(X, Y), 8, alpha=0.75, cmap=plt.cm.hot)\n",
    "# use plt.contour to add contour lines\n",
    "C = plt.contour(X, Y, f(X, Y), 8, colors='black')\n",
    "plt.clabel(C, inline=True, fontsize=10)\n",
    "plt.xticks(())\n",
    "plt.yticks(())\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "##### 3d 数据"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\Harri\\AppData\\Local\\Temp/ipykernel_8452/3987043622.py:6: MatplotlibDeprecationWarning:\n",
      "\n",
      "Axes3D(fig) adding itself to the figure is deprecated since 3.4. Pass the keyword argument auto_add_to_figure=False and use fig.add_axes(ax) to suppress this warning. The default value of auto_add_to_figure will change to False in mpl3.5 and True values will no longer work in 3.6.  This is consistent with other Axes classes.\n",
      "\n"
     ]
    },
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from mpl_toolkits.mplot3d import Axes3D\n",
    "\n",
    "fig = plt.figure()\n",
    "ax = Axes3D(fig)\n",
    "\n",
    "# X, Y value\n",
    "x = np.arange(-4, 4, 0.25)\n",
    "y = np.arange(-4, 4, 0.25)\n",
    "X, Y = np.meshgrid(x, y)    # x-y 平面的网格\n",
    "R = np.sqrt(X ** 2 + Y ** 2)\n",
    "# height value\n",
    "Z = np.sin(R)\n",
    "\n",
    "ax.plot_surface(X, Y, Z, rstride=1, cstride=1, cmap=plt.get_cmap('rainbow'), edgecolor='black')\n",
    "ax.contourf(X, Y, Z, zdir='z', offset=-2, cmap=plt.get_cmap('rainbow'))\n",
    "ax.set_zlim(-2, 2)\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "#### Demo3-seaborn"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "outputs": [],
   "source": [
    "# 3、基于seaborn\n",
    "import seaborn as sns\n",
    "# plt.style.use(\"fivethirtyeight\")\n",
    "plt.style.use('ggplot')"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   total_bill   tip     sex smoker  day    time  size\n",
      "0       16.99  1.01  Female     No  Sun  Dinner     2\n",
      "1       10.34  1.66    Male     No  Sun  Dinner     3\n",
      "2       21.01  3.50    Male     No  Sun  Dinner     3\n",
      "3       23.68  3.31    Male     No  Sun  Dinner     2\n",
      "4       24.59  3.61  Female     No  Sun  Dinner     4\n"
     ]
    }
   ],
   "source": [
    "import seaborn as sns\n",
    "#Seaborn提供多个内置数据集，可通过sns.load_dataset直接加载\n",
    "tips = sns.load_dataset('tips')\n",
    "print(tips.head())\n",
    "#该数据集记录了用餐小费与各潜在影响因素的特征值,打印前五行\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#单变量条形散点图\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "sns.stripplot(x = 'day', y = 'total_bill', data = tips)\n",
    "plt.show()\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.stripplot(x='day', y='total_bill', data=tips, jitter=True)\n",
    "#jitter使条形散点图中的散点沿柱形的方向随机分布\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.stripplot(x='total_bill', y='size', data=tips, jitter=True,orient='h')\n",
    "#orient设为h表示横向\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#双变量条形散点图\n",
    "sns.swarmplot(x='day', y='total_bill',data=tips, hue='sex')\n",
    "#hue参数通过指定分组变量'sex',将自变量和因变量分为'Male'和'Female'俩个组\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#绘制箱线图\n",
    "sns.boxplot(x='day',y='total_bill',hue='smoker',data=tips,palette='Reds')\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 411x360 with 1 Axes>",
      "image/png": "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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#柱状图\n",
    "sns.catplot(x='day',y='total_bill',hue='smoker',kind='bar',data=tips)\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 771x360 with 2 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#箱线图\n",
    "sns.catplot(x='day',y='total_bill',hue='smoker',col='time', kind='box',data=tips)\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "source": [
    "#### Demo4-pyecharts"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "outputs": [],
   "source": [
    "# 4、基于Pyecharts\n",
    "from pyecharts.globals import CurrentConfig, OnlineHostType\n",
    "from pyecharts import options as opts  # 配置项\n",
    "from pyecharts.charts import Bar, Pie, Line, HeatMap, Funnel, WordCloud, Grid, Page  # 各个图形的类\n",
    "from pyecharts.commons.utils import JsCode\n",
    "from pyecharts.globals import ThemeType,SymbolType"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "outputs": [
    {
     "data": {
      "text/plain": "'C:\\\\Users\\\\Harri\\\\Pattern-recognition-and-data-mining\\\\snapshot.html'"
     },
     "execution_count": 69,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 柱状图\n",
    "bar = Bar()\n",
    "bar.add_xaxis(['毛衣','寸衫',\"领带\",'裤子',\"风衣\",\"高跟鞋\",\"袜子\"])\n",
    "bar.add_yaxis('商家A',[114,55,27,101,125,27,105])\n",
    "bar.add_yaxis('商家B',[57,134,101,22,69,90,129])\n",
    "bar.set_global_opts(title_opts=opts.TitleOpts(title=\"某商场销售情况\",subtitle='A和B公司'),\n",
    "                   toolbox_opts=opts.ToolboxOpts(is_show=True))\n",
    "bar.set_series_opts(label_opts=opts.LabelOpts(position=\"top\"))\n",
    "bar.render_notebook()    # 在 notebook 中展示\n",
    "bar.render(r\"snapshot.html\") #生成 html 文件\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "outputs": [
    {
     "data": {
      "text/plain": "'C:\\\\Users\\\\Harri\\\\Pattern-recognition-and-data-mining\\\\snapshot-1.html'"
     },
     "execution_count": 70,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 饼状图\n",
    "from pyecharts.charts import Pie\n",
    "from pyecharts import options as opts\n",
    "L1 = [\"教授\",\"副教授\",\"讲师\",\"助教\",\"其他\"]\n",
    "num = [20,30,10,12,8]\n",
    "c = Pie()\n",
    "c.add(\"\",[list(z) for z in zip(L1,num)])\n",
    "c.set_global_opts(title_opts = opts.TitleOpts(title=\"Pie-职称比例\"),\n",
    "                 toolbox_opts = opts.ToolboxOpts(is_show=True))\n",
    "c.set_series_opts(label_opts = opts.LabelOpts(formatter=\"{b}:{c}\"))\n",
    "c.render_notebook()\n",
    "c.render(r\"snapshot-1.html\") #生成 html 文件"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "outputs": [
    {
     "data": {
      "text/plain": "'C:\\\\Users\\\\Harri\\\\Pattern-recognition-and-data-mining\\\\snapshot-2.html'"
     },
     "execution_count": 71,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 环状图\n",
    "from pyecharts.charts import Pie\n",
    "from pyecharts import options as opts\n",
    "c = Pie()\n",
    "L1 = [\"教授\",\"副教授\",\"讲师\",\"助教\",\"其他\"]\n",
    "num = [20,30,10,12,8]\n",
    "c.add(\"\",[list(z) for z in zip(L1,num)],radius=[\"40%\",\"75%\"])\n",
    "c.set_global_opts(title_opts=opts.TitleOpts(title='Pie圆环'),\n",
    "                 legend_opts=opts.LegendOpts(orient='vertical',pos_top='5%',pos_left=\"2%\"))\n",
    "c.set_series_opts(label_opts=opts.LabelOpts(formatter=\"{b}:{c}\"))\n",
    "c.render_notebook()\n",
    "c.render(r\"snapshot-2.html\") #生成 html 文件\n"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  }
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